AbstractThis paper introduces prime information systems. Prime information systems determine dI-domains and stable approximable mappings give stable functions, and vice versa. The notion of rigid embedding is captured by a subsystem relation. Under this relation, prime information systems form a complete partial order (cpo). Constructions like lifting, sum, product, and function space are proposed which induce continuous functions on the cpo. In this way recursive prime information systems can be defined using fixed point theory
this paper is to give complete proofs of the density theorem and the choice principle for total cont...
Scott’s information systems provide a categorically equivalent, intensional description of Scott do-...
AbstractIn this paper, some classical constructions for continuous information systems in a more gen...
This paper introduces stable information systems. Stable information systems determine DI-domains a...
AbstractThis paper aims to make the following main contribution: to show how to use the concrete nat...
AbstractIn the theory of denotational semantics of programming languages Dedekind-complete, algebrai...
AbstractA prime algebraic lattice can be characterised as isomorphic to the downwards-closed subsets...
A definition of the notion of an effectively given continuous cpo is provided. The importance of the...
AbstractThe method of information systems is extended from algebraic posets to continuous posets by ...
AbstractA definition of the notion of an effectively given continuous cpo is provided. The importanc...
AbstractThis paper examines the composition of the Smyth and Hoare power domains (PS and PH) applied...
AbstractIn this paper a new notion of continuous information system is introduced. It is shown that ...
In this paper a new notion of continuous information system is introduced. It is shown that the info...
AbstractIn this paper we investigate a subset of the class of Scott-computable stable functions call...
AbstractThe notion of information system initially introduced by Scott provides an efficient approac...
this paper is to give complete proofs of the density theorem and the choice principle for total cont...
Scott’s information systems provide a categorically equivalent, intensional description of Scott do-...
AbstractIn this paper, some classical constructions for continuous information systems in a more gen...
This paper introduces stable information systems. Stable information systems determine DI-domains a...
AbstractThis paper aims to make the following main contribution: to show how to use the concrete nat...
AbstractIn the theory of denotational semantics of programming languages Dedekind-complete, algebrai...
AbstractA prime algebraic lattice can be characterised as isomorphic to the downwards-closed subsets...
A definition of the notion of an effectively given continuous cpo is provided. The importance of the...
AbstractThe method of information systems is extended from algebraic posets to continuous posets by ...
AbstractA definition of the notion of an effectively given continuous cpo is provided. The importanc...
AbstractThis paper examines the composition of the Smyth and Hoare power domains (PS and PH) applied...
AbstractIn this paper a new notion of continuous information system is introduced. It is shown that ...
In this paper a new notion of continuous information system is introduced. It is shown that the info...
AbstractIn this paper we investigate a subset of the class of Scott-computable stable functions call...
AbstractThe notion of information system initially introduced by Scott provides an efficient approac...
this paper is to give complete proofs of the density theorem and the choice principle for total cont...
Scott’s information systems provide a categorically equivalent, intensional description of Scott do-...
AbstractIn this paper, some classical constructions for continuous information systems in a more gen...